Results 281 to 290 of about 115,388 (320)
Some of the next articles are maybe not open access.
1982
Given a set of n points in the plane, a method is described for constructing a nested sequence of m < n/2 convex polygons based on the points. If the points are a random sample, it is shown that the convex sets share some of the distributional properties of one-dimensional order statistics.
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Given a set of n points in the plane, a method is described for constructing a nested sequence of m < n/2 convex polygons based on the points. If the points are a random sample, it is shown that the convex sets share some of the distributional properties of one-dimensional order statistics.
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1987
This chapter investigates the problem of constructing the convex hull of a finite set of points in E d , that is, of producing a meaningful representation of the convex hull. If P is a finite set of points in E d , then we write convP for the convex hull of P.
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This chapter investigates the problem of constructing the convex hull of a finite set of points in E d , that is, of producing a meaningful representation of the convex hull. If P is a finite set of points in E d , then we write convP for the convex hull of P.
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2015
The convex hull problem is an important problem in computational geometry with such diverse applications as clustering, robot motion planning, convex relaxation, image processing, collision detection, infectious disease tracking, nuclear leak tracking, extent estimation, among many others.
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The convex hull problem is an important problem in computational geometry with such diverse applications as clustering, robot motion planning, convex relaxation, image processing, collision detection, infectious disease tracking, nuclear leak tracking, extent estimation, among many others.
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Photopolymerizable Biomaterials and Light-Based 3D Printing Strategies for Biomedical Applications
Chemical Reviews, 2020Jacob B Schimelman +2 more
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Motion planning around obstacles with convex optimization
Science Robotics, 2023Tobia Marcucci
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